Suppose goods X and Y are produced along a production possibilities frontier 4X² + Y² = 500 and they are perfect substitutes such that U = X + Y.The slope of the production possibilities frontier is $\frac { - 4 X } { \sqrt { 500 - 4 X ^ { 2 } } }$ .How much X should be produced? A)0 B)5 C)10 D)20

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The Answer of Suppose goods X and Y are produced along a production possibilities frontier 4X² + Y² = 500 and they are perfect substitutes such that U = X + Y.The slope of the production possibilities frontier is $\frac { - 4 X } { \sqrt { 500 - 4 X ^ { 2 } } }$ .How much X should be produced? A)0 B)5 C)10 D)20

Suppose Goods X and Y Are Produced Along a Production −4X500−4X2\frac { - 4 X } { \sqrt { 500 - 4 X ^ { 2 } } }500−4X2​−4X​

Suppose Goods X and Y Are Produced Along a Production $\frac { - 4 X } { \sqrt { 500 - 4 X ^ { 2 } } }$